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added some links, homogenized entrys and ordered chronologically. I hope this is alright, Gil!
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Moritz Firsching
Moritz Firsching
  • 10.7k
  • 3
  • 63
  • 88

For some early very related classifications (ordered chronologically) see

  1. "The classification of simplicial 3-spheres with nine vertices into polytopes and nonpolytopes" ByNeighborly 4-polytopes with 9 vertices Altshuler, Bokowski and Steinberg - J Comb Theory, Series A, Steinberg1973‏

  2. Neighborly 4-polytopesAn enumeration of combinatorial 3-manifolds with nine vertices Altshuler and neighborly combinatorial 3-manifolds with ten verticesSteinberg, ByDiscrete Math, 1976

  3. Neighborly 4-polytopes and neighborly combinatorial 3-manifolds with ten vertices, Altshuler, Canad J MathCanad J Math 1977

  4. Neighborly 4-polytopes with 9 vertices‏ A AltshulerThe classification of simplicial 3-spheres with nine vertices into polytopes and nonpolytopes, L Altshuler, Bokowski and Steinberg - Journal of Combinatorial Theory, Series A Discrete Math, 1973‏1980

  5. Enumeration of 3-manifolds with 9 verticesThe complete enumeration of the 4-polytopes and 3-spheres with eight vertices, Altshuler and Steinberg, Pacific J Math, 1985‏

  6. Neighborly 2-manifolds with 12 vertices A AltshulerAltshuler, J Bokowski, P Schuchert - journal of combinatorial theory, …, 1996‏

  7. The complete enumeration of the 4-polytopes and 3-spheres with eight vertices‏
    A AltshulerSchuchert, L Steinberg - Pacific journal of mathematicsJ Comb Theory, Series A, 1985‏1996‏

For some early very related classifications see

  1. "The classification of simplicial 3-spheres with nine vertices into polytopes and nonpolytopes" By Altshuler, Bokowski, Steinberg

  2. Neighborly 4-polytopes and neighborly combinatorial 3-manifolds with ten vertices, By Altshuler, Canad J Math 1977

  3. Neighborly 4-polytopes with 9 vertices‏ A Altshuler, L Steinberg - Journal of Combinatorial Theory, Series A, 1973‏

  4. Enumeration of 3-manifolds with 9 vertices Altshuler and Steinberg

  5. Neighborly 2-manifolds with 12 vertices A Altshuler, J Bokowski, P Schuchert - journal of combinatorial theory, …, 1996‏

  6. The complete enumeration of the 4-polytopes and 3-spheres with eight vertices‏
    A Altshuler, L Steinberg - Pacific journal of mathematics, 1985‏

For some early very related classifications (ordered chronologically) see

  1. Neighborly 4-polytopes with 9 vertices Altshuler and Steinberg - J Comb Theory, Series A, 1973‏

  2. An enumeration of combinatorial 3-manifolds with nine vertices Altshuler and Steinberg, Discrete Math, 1976

  3. Neighborly 4-polytopes and neighborly combinatorial 3-manifolds with ten vertices, Altshuler, Canad J Math 1977

  4. The classification of simplicial 3-spheres with nine vertices into polytopes and nonpolytopes, Altshuler, Bokowski and Steinberg, Discrete Math, 1980

  5. The complete enumeration of the 4-polytopes and 3-spheres with eight vertices, Altshuler and Steinberg, Pacific J Math, 1985‏

  6. Neighborly 2-manifolds with 12 vertices Altshuler, Bokowski and Schuchert, J Comb Theory, Series A, 1996‏

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Gil Kalai
Gil Kalai
  • 24.7k
  • 38
  • 235
  • 327

For some early very related classifications see

  1. "The classification of simplicial 3-spheres with nine vertices into polytopes and nonpolytopes" By Altshuler, Bokowski, Steinberg

  2. Neighborly 4-polytopes and neighborly combinatorial 3-manifolds with ten vertices, By Altshuler, Canad J Math 1977

  3. Neighborly 4-polytopes with 9 vertices‏ A Altshuler, L Steinberg - Journal of Combinatorial Theory, Series A, 1973‏

  4. Enumeration of 3-manifolds with 9 vertices Altshuler and Steinberg

  5. Neighborly 2-manifolds with 12 vertices A Altshuler, J Bokowski, P Schuchert - journal of combinatorial theory, …, 1996‏

  6. The complete enumeration of the 4-polytopes and 3-spheres with eight vertices‏
    A Altshuler, L Steinberg - Pacific journal of mathematics, 1985‏